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Algebra 1 EP
Algebra 1CP
Geometry CP
Geometry EP
Geometry H
GAT H
Algebra 2 CP
Algebra 2 EP
Algebra 2 H
Analysis H
Statistics CP
Precal with Algebra EP
Precalculus EP
Precalculus H
College Algebra CP 11-12
Precal Trig EP
Discrete Math EP
Calculus EP
Statistics EP
AP Statistics
AP Calculus AB
AP Calc Based Stat
AP Calculus BC
AP Calculus BC
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Content
Essential
Questions
Skills
Resources
Assessment
Limits
What is a limit?
What is the connection between
limits of functions and the continuity
of a function?
Evaluating Limits
(i) at a point of continuity
(ii) at points of discontinuity
(iii) involving infinity
(iv) to determine the continuity
of a function
Apply and understand the significance of
the Extreme Value and Intermediate Value Theorems
Calculus: Concepts and Applications by Paul Foerster.
Limits- Algebraic Approach
Limits Computational.pdf
Details
Download
44 KB
Limits - Trig
Trig Limits.docx
Details
Download
57 KB
MAA Calculus Problem for a New Century
Test
Limits bingo
Limit Bingo Answers.doc
Details
Download
27 KB
The Derivative
What is the significance of
instantaneous rates of change?
Calculate instantaneous rates of change numerically, graphically and algebraically.
Identify and use the limit of the difference quotient to calculate derivatives
Know and use the power rule, product rule, quotient rule, and chain rule.
Use the trig derivatives
Understand the relationship between continuity and differentiability
Find derivatives of implicitly defined relations.
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Questions
What is the connection between
limits of functions and the continuity
of a function?
(i) at a point of continuity
(ii) at points of discontinuity
(iii) involving infinity
(iv) to determine the continuity
of a function
Apply and understand the significance of
the Extreme Value and Intermediate Value Theorems
Limits- Algebraic Approach
Limits - Trig
MAA Calculus Problem for a New Century
Limits bingo
instantaneous rates of change?
Identify and use the limit of the difference quotient to calculate derivatives
Know and use the power rule, product rule, quotient rule, and chain rule.
Use the trig derivatives
Understand the relationship between continuity and differentiability
Find derivatives of implicitly defined relations.